Document "The Mathematical Theory of Maxwell’s Equations" give you the knowledge: The Variational Expansion into Wave Functions, Scattering From a Perfect Conductor, Approach to the Cavity Problem, Boundary Integral Equation Methods for Lipschitz Domains,...

The wireless era was started by two European scientists, James Clerk Maxwell and Heinrich Rudolf Hertz. In 1864, Maxwell presented Maxwell's equations by unifying the works of Lorentz, Faraday, Ampere, and Gauss. He predicted the propagation of electromagnetic waves in free space at the speed of light. He postulated that light was an electromagnetic phenomenon of a particular wavelength and predicted that radiation would occur at other wavelengths as well. His theory was not well accepted until 20 years later, after Hertz validated the electromagnetic wave (wireless) propagation.

We have adopted a number of conventions in this book in order to maintain a consistent,
clear, and identiﬁable notation. As far as possible we have kept to common conventions
for symbols and quantities in quantum chemistry. We have also tried to avoid the
duplication of symbols where possible. These goals conﬂict to some extent, so some
quantities are given unconventional symbols. The following list identiﬁes symbols and
typography used throughout the book.

This is a textbook on geometric algebra with applications to physics and serves
also as an introduction to geometric algebra intended for research workers
in physics who are interested in the study of this modern artefact. As it is
extremely useful for all branches of physical science and very important for
the new frontiers of physics, physicists are very much getting interested in
this modern mathematical formalism.

Among the branches of classical physics, electromagnetism is the domain which experiences the most spectacular development, both in its fundamental and practical aspects. The quantum corrections which generate non-linear terms of the standard Maxwell equations, their specific form in curved spaces, whose predictions can be confronted with the cosmic polarization rotation, or the topological model of electromagnetism, constructed with electromagnetic knots, are significant examples of recent theoretical developments. ...

The first is Faraday’s law of induction, the second is Amp`ere’s law as amended by
Maxwell to include the displacement current ∂D/∂t, the third and fourth are Gauss’ laws
for the electric and magnetic fields.
The displacement current term ∂D/∂t in Amp`ere’s law is essential in predicting the
existence of propagating electromagnetic waves. Its role in establishing charge conservation
is discussed in Sec. 1.7.
Eqs. (1.1.1) are in SI units.

This paper considers a trapped characteristic initial value problem for the spherically symmetric Einstein-Maxwell-scalar ﬁeld equations. For an open set of initial data whose closure contains in particular Reissner-Nordstr¨m data, o the future boundary of the maximal domain of development is found to be a light-like surface along which the curvature blows up, and yet the metric can be continuously extended beyond it. This result is related to the strong cosmic censorship conjecture of Roger Penrose.
...

Fundamentals of Radio Transmission
In mobile radio systems, unlike wired networks, electromagnetic signals are transmitted in free space (see Figure 2.1). Therefore a total familiarity with the propagation characteristics of radio waves is a prerequisite in the development of mobile radio systems. In principle, the Maxwell equations explain all the phenomena of wave propagation. However, when used in the mobile radio area, this method can result in some complicated calculations or may not be applicable at all if the geometry or material constants are not known exactly....

Chapter 12 - Thermodynamic property relations. The objectives of Chapter 12 are to: Develop fundamental relations between commonly encountered thermodynamic properties and express the properties that cannot be measured directly in terms of easily measurable properties; develop the Maxwell relations, which form the basis for many thermodynamic relations;...

Lecture Engineering electromagnetics: Electric flux density, Gauss’ law and divergence include all of the following content: Electric flux density, gauss’ law, divergence, Maxwell’s first equation, the vector operator, the divergence theorem.

BRIEF HISTORY OF RF AND MICROWAVE WIRELESS SYSTEMS
The wireless era was started by two European scientists, James Clerk Maxwell and Heinrich Rudolf Hertz. In 1864, Maxwell presented Maxwell's equations by unifying the works of Lorentz, Faraday, Ampere, and Gauss. He predicted the propagation of electromagnetic waves in free space at the speed of light. He postulated that light was an electromagnetic phenomenon of a particular wavelength and predicted that radiation would occur at other wavelengths as well.

The electromagnetic power is generated and radiated by antennas. Timevarying current radiates electromagnetic waves (radiated electromagnetic fields). Radiation pattern, beam width, directivity, and other major characteristics can be studied using Maxwell’s equations, see Section 2.2. We use the vectors of the electric field intensity E, electric flux density D, magnetic field intensity H, and magnetic flux density B. The constitutive equations are D = εE and B = µH where ε is the permittivity; µ is the permiability. It was shown in Section 2.